Three Detecting Indexes And Five Regularization
Techniques For Degenerate Scales In The
BEM/BIEM
Author(s)
Jeng-Tzong Chen, Shing-Kai Kao & Shyh-Rong Kuo
Abstract
It is well known that BEM/BIEM results in degenerate scale for a twodimensional
Laplace problem subjected to the Dirichlet boundary condition. In
this paper, we reviewed three indexes for detecting the degenerate scale in
BEM/BIEM and five regularization techniques to ensure the unique solution, the
hypersingular formulation rank promotion by adding the boundary flux
equilibrium, CHEEF method, (direct BEMs), Fichera’s method (indirect BEM)
and method of adding a rigid body mode. In the numerical implementation, the
BEM program developed by the NTOU/MSV group is employed to see the
validity of the above formulation. Finally, a general shape of a regular triangle is
numerically implemented to check the uniqueness solution of BEM.
Keywords: BEM, BIEM, degenerate scale, ill-conditioned.
Keywords
BEM, BIEM, degenerate scale, ill-conditioned
Related Book
Other papers in this volume
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